| Term |
Lesson |
Definition |
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| Abscissa |
3-7 |
the first number in the ordered pair . |
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| Converse |
3-5 |
reversing the Pythagorean Theorem. |
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| Coordinate Plane |
3-7 |
a cordinate plane is the whole graph the origin the quardnats and the points |
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| Hypotenuse |
3-5 |
the longest side of the right triangle |
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| Irrational Number |
3-4 |
a number that does not have a fraction |
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| Legs |
3-5 |
the sides that make the right angle |
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| Ordered Pair |
3-7 |
any point on the cordinate plane |
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| Ordinate |
3-7 |
the second number of the y-cordinate |
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| Origin |
3-7 |
is the point of the two lines on the cordinate plane . |
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| Perfect Square |
3-2 |
numbers such as 1,4,16, are known as perfect squares. |
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| Pythagorean Theorem |
3-5 |
lengths of the legs and the hypotenuse for any right triangle. |
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| Quadrants |
3-7 |
four sections of the cordinate plane |
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| Radical Sign |
3-1 |
the sign that tells you to square root a nonnegitive number. |
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| Real Number |
the real number does not incude decimals in its answer. |
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| Square Root |
is a number that when multiplied by itself gives a number like 2 so 2 is the square root of 4 |
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| X-Axis |
3-7 |
is the horizontal line in the cordinate plane |
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| X-Coordinate |
3-7 |
first number of an ordered pair. |
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| Y-Axis |
3-7 |
the line thats vertical in the cordinate plane |
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| Y-Coordinate |
3-7 |
the second number in the ordinate. |